function T = static_g1_tt(T, y, x, params)
% function T = static_g1_tt(T, y, x, params)
%
% File created by Dynare Preprocessor from .mod file
%
% Inputs:
%   T         [#temp variables by 1]  double   vector of temporary terms to be filled by function
%   y         [M_.endo_nbr by 1]      double   vector of endogenous variables in declaration order
%   x         [M_.exo_nbr by 1]       double   vector of exogenous variables in declaration order
%   params    [M_.param_nbr by 1]     double   vector of parameter values in declaration order
%
% Output:
%   T         [#temp variables by 1]  double   vector of temporary terms
%

assert(length(T) >= 238);

T = Dynamic_GFT_exponents.static_resid_tt(T, y, x, params);

T(187) = (-T(88))/((1+y(8))*(1+y(8)));
T(188) = getPowerDeriv(T(114),params(2),1);
T(189) = (-(T(116)*params(11)*T(114)*T(188)));
T(190) = getPowerDeriv(T(92),params(4),1);
T(191) = getPowerDeriv(T(93),params(4),1);
T(192) = getPowerDeriv(T(94),params(4),1);
T(193) = exp(y(15))*getPowerDeriv(exp(y(15)),T(4),1);
T(194) = exp(y(16))*getPowerDeriv(exp(y(16)),T(4),1);
T(195) = (-(exp(y(18))*exp(y(88))*exp(y(90))/T(7)));
T(196) = (-(exp(y(18))*exp(y(96))*exp(y(98))/T(7)));
T(197) = (-(exp(y(18))*exp(y(104))*exp(y(106))/T(7)));
T(198) = params(1)*exp(y(20))*getPowerDeriv(params(1)*exp(y(20)),T(4),1);
T(199) = getPowerDeriv(exp(y(21))*params(2)*params(11)*T(107),T(108),1);
T(200) = (-T(88))/((1+y(35))*(1+y(35)));
T(201) = getPowerDeriv(T(117),params(2),1);
T(202) = (-(T(119)*params(21)*T(117)*T(201)));
T(203) = getPowerDeriv(T(95),params(4),1);
T(204) = getPowerDeriv(T(96),params(4),1);
T(205) = getPowerDeriv(T(97),params(4),1);
T(206) = exp(y(42))*getPowerDeriv(exp(y(42)),T(4),1);
T(207) = exp(y(43))*getPowerDeriv(exp(y(43)),T(4),1);
T(208) = (-(exp(y(45))*exp(y(112))*exp(y(114))/T(11)));
T(209) = (-(exp(y(45))*exp(y(120))*exp(y(122))/T(11)));
T(210) = (-(exp(y(45))*exp(y(128))*exp(y(130))/T(11)));
T(211) = params(1)*exp(y(47))*getPowerDeriv(params(1)*exp(y(47)),T(4),1);
T(212) = getPowerDeriv(T(107)*exp(y(48))*params(2)*params(21),T(108),1);
T(213) = getPowerDeriv(1+y(62),T(84),1);
T(214) = T(213)/(1+y(8));
T(215) = T(213)/(1+y(35));
T(216) = ((1+y(62))*T(213)-T(88))/((1+y(62))*(1+y(62)));
T(217) = getPowerDeriv(T(120),params(2),1);
T(218) = (-(T(122)*params(31)*T(120)*T(217)));
T(219) = getPowerDeriv(T(98),params(4),1);
T(220) = getPowerDeriv(T(99),params(4),1);
T(221) = getPowerDeriv(T(100),params(4),1);
T(222) = exp(y(69))*getPowerDeriv(exp(y(69)),T(4),1);
T(223) = exp(y(70))*getPowerDeriv(exp(y(70)),T(4),1);
T(224) = (-(exp(y(72))*exp(y(136))*exp(y(138))/T(15)));
T(225) = (-(exp(y(72))*exp(y(144))*exp(y(146))/T(15)));
T(226) = (-(exp(y(72))*exp(y(152))*exp(y(154))/T(15)));
T(227) = getPowerDeriv(T(107)*exp(y(75))*params(2)*params(31),T(108),1);
T(228) = T(83)*getPowerDeriv(T(83),(-params(2)),1);
T(229) = (-exp(y(87)))/(exp(y(87))*exp(y(87)));
T(230) = (-(T(7)*exp(y(90))))/(exp(y(90))*exp(y(90)));
T(231) = (-(T(7)*exp(y(98))))/(exp(y(98))*exp(y(98)));
T(232) = (-(T(7)*exp(y(106))))/(exp(y(106))*exp(y(106)));
T(233) = (-(T(11)*exp(y(114))))/(exp(y(114))*exp(y(114)));
T(234) = (-(T(11)*exp(y(122))))/(exp(y(122))*exp(y(122)));
T(235) = (-(T(11)*exp(y(130))))/(exp(y(130))*exp(y(130)));
T(236) = (-(T(15)*exp(y(138))))/(exp(y(138))*exp(y(138)));
T(237) = (-(T(15)*exp(y(146))))/(exp(y(146))*exp(y(146)));
T(238) = (-(T(15)*exp(y(154))))/(exp(y(154))*exp(y(154)));

end
